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UTI Nifty 10 yr Benchmark G-Sec ETF Share Price

UTI Nifty 10 yr Benchmark G-Sec ETF Share Price

NSE
25.93
+0.07 (0.27%)
GILT10BETA • 21 Apr, 2026 | 03:29 PM

Share Price Chart

The current prices are delayed, login or Open Demat Account for live prices.

Stock Performance

Today’s Low - High
25.70
26.38
52 Week Low - High
25.10
26.99

Open

26.38

Prev. Close

25.86

Total Traded Value

11383.27

View details of Market Depth

Fundamental

Market Cap (in crs)

23.26

Face Value

10

Turnover (in lacs)

0.11

Key Metrics

Qtr Change %
Near 52W High of ₹26.99
-0.9
Dividend yield 1yr %

UTI Nifty 10 yr Benchmark G-Sec ETF Technical Analysis

Moving Averages Analysis
25.93
Current Price
Bullish Moving Averages
7
Bearish Moving Averages
9
5 EMA
26.00
10 EMA
25.90
12 EMA
25.90
20 EMA
25.90
26 EMA
26.00
50 EMA
26.00
100 EMA
26.00
200 EMA
25.90
Delivery & Volume
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Day

58.00%

Week

74.80%

Month

77.80%

Delivery & Volume

26.00
Pivot
Resistance
First Resistance
26.31
Second Resistance
26.77
Third Resistance
27.08
Support
First Support
25.54
Second support
25.23
Third Support
24.77
Relative Strength Index
48.28
Money Flow Index
60.29
MACD
-0.01
MACD Signal
-0.03
Average True Range
0.46
Average Directional Index
17.79
Rate of Change (21)
-0.69
Rate of Change (125)
0.23

UTI Nifty 10 yr Benchmark G-Sec ETF share price is ₹25.93 in NSE and ₹26.14 in BSE as on 21/4/2026.

UTI Nifty 10 yr Benchmark G-Sec ETF share price in the past 1-year return was 0.97. The UTI Nifty 10 yr Benchmark G-Sec ETF share hit a 1-year low of Rs. 25.1 and a 1-year high of Rs. 26.99.

The market cap of UTI Nifty 10 yr Benchmark G-Sec ETF is Rs. 23.26 Cr. as of 21/4/2026.

The PE ratios of UTI Nifty 10 yr Benchmark G-Sec ETF is 0 as of 21/4/2026.

The PB ratios of UTI Nifty 10 yr Benchmark G-Sec ETF is 1.56 as of 21/4/2026

You can easily buy UTI Nifty 10 yr Benchmark G-Sec ETF shares in Kotak Neo by opening a demat account and getting the KYC documents verified online.

Please be aware that UTI Nifty 10 yr Benchmark G-Sec ETF stock prices are subject to continuous fluctuations due to various factors.